## $$A, B,$$ and $$C$$ are consecutive odd integers such that $$A < B < C.$$ If $$A + B + C = 81,$$ then $$A + C =$$

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### $$A, B,$$ and $$C$$ are consecutive odd integers such that $$A < B < C.$$ If $$A + B + C = 81,$$ then $$A + C =$$

by Gmat_mission » Thu Sep 24, 2020 2:33 am

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## Global Stats

$$A, B,$$ and $$C$$ are consecutive odd integers such that $$A < B < C.$$ If $$A + B + C = 81,$$ then $$A + C =$$

A) 52

B) 54

C) 56

D) 58

E) 60

Source: Magoosh

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### Re: $$A, B,$$ and $$C$$ are consecutive odd integers such that $$A < B < C.$$ If $$A + B + C = 81,$$ then $$A + C =$$

by [email protected] » Thu Oct 01, 2020 9:59 am
Gmat_mission wrote:
Thu Sep 24, 2020 2:33 am
$$A, B,$$ and $$C$$ are consecutive odd integers such that $$A < B < C.$$ If $$A + B + C = 81,$$ then $$A + C =$$

A) 52

B) 54

C) 56

D) 58

E) 60